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Robust Fault Detection and Isolation Using Robust l{sub}1 Estimation

机译:使用鲁棒L {Sub} 1估计鲁棒故障检测和隔离

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This paper considers the application of robust l{sub}1 estimation to fault robust fault detection and isolation. This is accomplished by developing a series, or bank, of robust estimators (full-order observers), each of which is designed such that the residual will be sensitive to a certain fault (or faults) while insensitive to the remaining faults. Robustness is incorporated by assuring that the residual remains insensitive to exogenous disturbances as well as modeling uncertainty. Mixed structured singular value and l{sub}1 theories are used to develop the appropriate threshold logic to evaluate the outputs of the estimators used for determining the occurrence and location of a fault. A real-coded genetic algorithm is used to obtain the optimal estimator gain matrices. This approach to FDI is successfully demonstrated using a linearized model of a jet engine.
机译:本文考虑了鲁棒L {Sub} 1估计的应用,以故障鲁棒故障检测和隔离。 这是通过开发一系列稳健估计器(全阶观察者)的系列或银行来实现的,每个都设计成使得残余将对某个故障(或故障)敏感,同时对剩余故障不敏感。 通过确保残留物对外源扰动的不敏感以及建模不确定性来统一鲁棒性。 混合结构奇异值和L {Sub} 1理论用于开发适当的阈值逻辑,以评估用于确定故障的发生和位置的估计器的输出。 使用实际编码的遗传算法来获得最佳估计器增益矩阵。 使用喷气发动机的线性化模型成功地证明了FDI的这种方法。

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